<snapdata remixID="8612648"><project name="U1L3-AngleExperiments2" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-74.31448254773977" y="66.91306063588621" heading="312" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="138.20512820512818" y="42.30769230769231"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="setColor"><color>0,4,3,1</color></block><block s="setHeading"><l>0</l><comment w="188.33333333333337" collapsed="true">You might (or might not) need this.</comment></block><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333337" collapsed="true">You might (or might not) need this.</comment></block><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-50</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>10</l></block></block></script></block></script><script x="125.38461538461536" y="319.15384615384613"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,4,3,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="setColor"><color>192,255,141,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script><comment w="358.8333333333333" collapsed="false">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return SnapCloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return ScriptsMorph.prototype.enableKeyboard;&#xD;    case &apos;Table support&apos;:&#xD;        return List.prototype.enableTables;&#xD;    case &apos;Table lines&apos;:&#xD;        return TableMorph.prototype.highContrast;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    default: return which;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;if (tf != !!tf) return;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        return;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        return;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        return;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        return;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        return;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        return;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        return;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        return;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) return;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        return;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;            if (ScriptsMorph.prototype.enableKeyboard) {&#xD;                ide.removeSetting(&apos;keyboard&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;keyboard&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;            if (List.prototype.enableTables) {&#xD;                ide.removeSetting(&apos;tables&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;tables&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;                if (TableMorph.prototype.highContrast) {&#xD;                    ide.saveSetting(&apos;tableLines&apos;, true);&#xD;                } else {&#xD;                    ide.removeSetting(&apos;tableLines&apos;);&#xD;                }&#xD;        return;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        return;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        return;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        return;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        return;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;}</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        return;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        return;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        return;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        return;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        return;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        return;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-AngleExperiments2" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>